Concept questions on Capacitors
PRS07 Walking Down a Mountain Consider the topo. map at left. Starting at the center of the dot, which direction starts you downhill the fastest? N1. N 2. NE 3. E 4. SE 5. S 6. SW 7. W 8. NW PRS07 Changing C Dimensions A parallel-plate capacitor has plates with equal and opposite charges ±Q, separated by a distance d, and is not connected to a battery. The plates are pulled apart to a distance D > d. What happens to the potential difference V and the charge Q? 1. V increases, Q increases 2. V decreases, Q increases 3. V is the same, Q increases 4. V increases, Q is the same 5. V decreases, Q is the same 6. V is the same, Q is the same 7. V increases, Q decreases 8. V decreases, Q decreases 9. V is the same, Q decreases PRS07 Changing C Dimensions A parallel-plate capacitor has plates with equal and opposite charges ±Q, separated by a distance d, and is connected to a battery. The plates are pulled apart to a distance D > d. What happens to the potential difference V and the charge Q? 1. V increases, Q increases 2. V decreases, Q increases 3. V is the same, Q increases 4. V increases, Q is the same 5. V decreases, Q is the same 6. V is the same, Q is the same 7. V increases, Q decreases 8. V decreases, Q decreases 9. V is the same, Q decreases PRS07 Changing C Dimensions A parallel-plate capacitor, disconnected from a battery, has plates with equal and opposite charges, separated by a distance d. Suppose the plates are pulled apart until separated by a distance D > d. How does the final electrostatic energy stored in the capacitor compare to the initial energy? 1. The final stored energy is smaller 2. The final stored energy is larger 3. Stored energy does not change.
Description
The questions are on walking down the hill and changing dimensions of a parallel plate capacitor. The questions are MCQ type.
Physics Department Faculty, Lecturers, and Technical Staff, 8.02 Physics II: Electricity and Magnetism, Massachusetts Institute of Technology: MIT OpenCourseWare),http://ocw.mit.edu (Accessed Aug 12th,2011). License: Creative Commons BY-NC-SA: http://ocw.mit.edu/terms/#cc
Presentation Transcript
Your Facebook Friends on WizIQ